Living on a ball

May 30, 2008 08:07

On a thread on garpu's journal, I was discussing great-circles. It also became apparent that Cambourne is pretty much the same distance from Los Angeles as it is from Seoul (approx 5450 statute miles). Far from obvious if you look at a flat (Mercator or similar) map of the world.

So anyway, I fired up Google Earth and drew a couple of lines.
images on server with slow link )

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Comments 13

kjaneway May 30 2008, 07:46:11 UTC
Generally, though. It's flown via Chicago, unless, I suppose, you've got lucky and picked up one of the non-stop flight.

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garpu May 30 2008, 07:54:16 UTC
Makes everything look so small, doesn't it?

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ethelthefrog May 30 2008, 10:00:52 UTC
Yeah. Yeah.

So, can we have your liver, then?

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garpu May 30 2008, 14:49:51 UTC
Yeah sure. I'm not using it at the moment.

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gerald_duck May 30 2008, 08:41:23 UTC
The routes aircraft take are also influenced by coriolis forces, I thought, or do you count those as meteorological?

One of my favourite factoids about great circles is there are parts of the USA more distant from Washington DC than London is.

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ethelthefrog May 30 2008, 10:04:29 UTC
Depends on what you're meaning. If you mean the effect of the Earth's rotation on the plane itself, that is going to be very small, as the aircraft is small in extent and fast moving. If you mean the effect on the air that the plane is flying through, it's a meteorological force in this context.

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gerald_duck May 30 2008, 10:13:22 UTC
I mean the effect that, once the plane is in the upper atmosphere, it is less constrained to spin as part of the Earth's frame of reference which, relative to the Earth, helps Westward travel and hinders Eastward more near the equator than the poles.

The reason I say it might count as a meteorological effect is that the upper-atmosphere air currents are doing pretty-much the same thing as the plane for pretty-much the same reason.

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re: factoids spodlife May 30 2008, 10:11:36 UTC
Do you have proof of that factoid? Alaska and Hawaii don't count.

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anonymous May 31 2008, 22:43:17 UTC
That raises the question - What's the maximum error of distance between two points on the mercator projection?

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